https://tenors-network.github.io Last 10 notes on TENORS Network Quartz -- quartz.jzhao.xyz https://tenors-network.github.io/Software https://tenors-network.github.io/Software TensorDec.jl: tools for the Tensor Decomposition of tensors Authors: Bernard Mourrain, Enrica Barrilli, Rima Khouja src(Julia) doc MomentPolynomialOpt.jl: solvers of moment and polynomial optimization problems based on moment relaxations Authors: Bernard Mourrain, Lorenzo Baldi, Lucas Gamertsfelder... Wed, 25 Mar 2026 16:52:50 GMT https://tenors-network.github.io/Tensor-Decomposition https://tenors-network.github.io/Tensor-Decomposition What is a tensor? decomposition is an important problem in the study of tensor properties, since it allows to reveal hidden structures. Wed, 25 Mar 2026 16:47:34 GMT https://tenors-network.github.io/What-is-a-tensor- https://tenors-network.github.io/What-is-a-tensor- Vectors are generalizations of scalars in higher dimension. Matrices are generalizations of vectors in another mode. Wed, 25 Mar 2026 16:39:55 GMT https://tenors-network.github.io/Optimization https://tenors-network.github.io/Optimization Optimization means solving problems of the form \inf_{x \in S} f(x) Polynomial optimization A special class of problems is Polynomial oPtimization (PoP) Semidefinite approximations for polynomial optimization, with applications to quantum information|Monique Laurent (CWI) Lecture Notes (POP and QI) ... Wed, 25 Mar 2026 16:15:18 GMT https://tenors-network.github.io/Applications-of-Tensors https://tenors-network.github.io/Applications-of-Tensors Decoupling multivariate functions using tensors Mariya Ishteva (KU Leuven) Slides Recording . Wed, 25 Mar 2026 15:52:16 GMT https://tenors-network.github.io/Low-rank-approximation https://tenors-network.github.io/Low-rank-approximation Low rank approximation techniques are used to compress tensors and represent them in terms of less parameters. Wed, 25 Mar 2026 15:52:16 GMT https://tenors-network.github.io/Quantum-Many-Body-Systems https://tenors-network.github.io/Quantum-Many-Body-Systems Algebraic Varieties in Quantum Many-Body Physics In quantum many-body physics, one often studies families of quantum states that are defined by algebraic constraints. Wed, 25 Mar 2026 15:52:16 GMT https://tenors-network.github.io/ https://tenors-network.github.io/ Training material, Data and Software about the topics of TENORS network. Courses: Different courses are available via the tag course. Wed, 25 Mar 2026 15:52:16 GMT https://tenors-network.github.io/Contributions https://tenors-network.github.io/Contributions This page explains how to contribute to the Tenors Network GitHub page, with a focus for this wiki. Wed, 21 May 2025 15:01:02 GMT https://tenors-network.github.io/Data https://tenors-network.github.io/Data Polynomial-Moment Optimization DataBase : PM0.jl . Tue, 22 Apr 2025 11:42:42 GMT